The Lie groups on the circular graph is a squashed version of the Markov salad bowls, the 3D geodesic points flattened. In 4D there should be Lie graphs for squashed torus, then, similar to orbitals, a squashed object with two holes, and so on; a mapping from topology to measure theory. The key connector being relative prime theory. It is as simple as canceling the moment of binomials to the constraints dimensionally determined. There is always finite round off error and distributing that causes different kinetic axis and the number of relative primes increase, each bouncing up against its Avogadro, the maximum entropy point ordered by dimension.
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